16万内哥猜数表

愚工688

今天发到22万的偶数素对数据就结束了：

218002:1000:2

G(218002) = 1143
G(218004) = 2365
G(218006) = 1197
G(218008) = 1465
G(218010) = 3376
G(218012) = 1115
G(218014) = 1145
G(218016) = 2269
G(218018) = 1143
G(218020) = 1652
G(218022) = 2858
G(218024) = 1162
G(218026) = 1115
G(218028) = 2300
G(218030) = 1529
G(218032) = 1145
G(218034) = 2267
G(218036) = 1494
G(218038) = 1149
G(218040) = 3197
G(218042) = 1356
G(218044) = 1209
G(218046) = 2284
G(218048) = 1133
G(218050) = 1851
G(218052) = 2257
G(218054) = 1196
G(218056) = 1182
G(218058) = 2246
G(218060) = 1518
G(218062) = 1267
G(218064) = 3084
G(218066) = 1154
G(218068) = 1154
G(218070) = 3005
G(218072) = 1150
G(218074) = 1133
G(218076) = 2480
G(218078) = 1407
G(218080) = 1623
G(218082) = 2411
G(218084) = 1135
G(218086) = 1337
G(218088) = 2481
G(218090) = 1539
G(218092) = 1351
G(218094) = 2293
G(218096) = 1152
G(218098) = 1125
G(218100) = 3069
G(218102) = 1160
G(218104) = 1174
G(218106) = 2753
G(218108) = 1274
G(218110) = 1636
G(218112) = 2277
G(218114) = 1206
G(218116) = 1151
G(218118) = 2289
G(218120) = 1962
G(218122) = 1170
G(218124) = 2308
G(218126) = 1135
G(218128) = 1131
G(218130) = 3330
G(218132) = 1182
G(218134) = 1389
G(218136) = 2343
G(218138) = 1155
G(218140) = 1673
G(218142) = 2259
G(218144) = 1195
G(218146) = 1161
G(218148) = 2805
G(218150) = 1533
G(218152) = 1306
G(218154) = 2336
G(218156) = 1136
G(218158) = 1190
G(218160) = 3006
G(218162) = 1371
G(218164) = 1161
G(218166) = 2498
G(218168) = 1121
G(218170) = 1513
G(218172) = 2289
G(218174) = 1288
G(218176) = 1416
G(218178) = 2620
G(218180) = 1518
G(218182) = 1197
G(218184) = 2290
G(218186) = 1137
G(218188) = 1130
G(218190) = 3649
G(218192) = 1244
G(218194) = 1131
G(218196) = 2777
G(218198) = 1170
G(218200) = 1511
G(218202) = 2342
G(218204) = 1352
G(218206) = 1149
G(218208) = 2276
G(218210) = 1527
G(218212) = 1228
G(218214) = 2292
G(218216) = 1128
G(218218) = 1660
G(218220) = 3028
G(218222) = 1142
G(218224) = 1226
G(218226) = 2303
G(218228) = 1135
G(218230) = 1557
G(218232) = 2746
G(218234) = 1190
G(218236) = 1137
G(218238) = 2293
G(218240) = 1762
G(218242) = 1124
G(218244) = 2460
G(218246) = 1474
G(218248) = 1167
G(218250) = 3069
G(218252) = 1102
G(218254) = 1218
G(218256) = 2292
G(218258) = 1145
G(218260) = 1840
G(218262) = 2529
G(218264) = 1134
G(218266) = 1123
G(218268) = 2365
G(218270) = 1747
G(218272) = 1221
G(218274) = 2738
G(218276) = 1167
G(218278) = 1158
G(218280) = 3279
G(218282) = 1117
G(218284) = 1309
G(218286) = 2307
G(218288) = 1357
G(218290) = 1563
G(218292) = 2271
G(218294) = 1150
G(218296) = 1247
G(218298) = 2264
G(218300) = 1586
G(218302) = 1437
G(218304) = 2240
G(218306) = 1292
G(218308) = 1149
G(218310) = 3215
G(218312) = 1186
G(218314) = 1213
G(218316) = 2920
G(218318) = 1133
G(218320) = 1545
G(218322) = 2496
G(218324) = 1119
G(218326) = 1169
G(218328) = 2502
G(218330) = 1796
G(218332) = 1139
G(218334) = 2276
G(218336) = 1150
G(218338) = 1153
G(218340) = 3021
G(218342) = 1109
G(218344) = 1373
G(218346) = 2338
G(218348) = 1402
G(218350) = 1682
G(218352) = 2255
G(218354) = 1174
G(218356) = 1167
G(218358) = 2724
G(218360) = 1538
G(218362) = 1242
G(218364) = 2358
G(218366) = 1160
G(218368) = 1141
G(218370) = 3176
G(218372) = 1493
G(218374) = 1266
G(218376) = 2274
G(218378) = 1140
G(218380) = 1561
G(218382) = 2427
G(218384) = 1121
G(218386) = 1437
G(218388) = 2239
G(218390) = 1540
G(218392) = 1120
G(218394) = 2526
G(218396) = 1138
G(218398) = 1158
G(218400) = 4000
G(218402) = 1118
G(218404) = 1167
G(218406) = 2302
G(218408) = 1194
G(218410) = 1551
G(218412) = 2284
G(218414) = 1376
G(218416) = 1374
G(218418) = 2327
G(218420) = 1545
G(218422) = 1175
G(218424) = 2394
G(218426) = 1314
G(218428) = 1432
G(218430) = 3009
G(218432) = 1135
G(218434) = 1156
G(218436) = 2329
G(218438) = 1258
G(218440) = 1577
G(218442) = 2760
G(218444) = 1152
G(218446) = 1141
G(218448) = 2402
G(218450) = 1626
G(218452) = 1242
G(218454) = 2398
G(218456) = 1422
G(218458) = 1160
G(218460) = 3357
G(218462) = 1171
G(218464) = 1170
G(218466) = 2340
G(218468) = 1111
G(218470) = 1816
G(218472) = 2259
G(218474) = 1132
G(218476) = 1135
G(218478) = 2502
G(218480) = 1548
G(218482) = 1254
G(218484) = 2904
G(218486) = 1182
G(218488) = 1173
G(218490) = 3031
G(218492) = 1138
G(218494) = 1125
G(218496) = 2307
G(218498) = 1346
G(218500) = 1675
G(218502) = 2317
G(218504) = 1403
G(218506) = 1171
G(218508) = 2299
G(218510) = 1514
G(218512) = 1398
G(218514) = 2312
G(218516) = 1135
G(218518) = 1232
G(218520) = 3065
G(218522) = 1175
G(218524) = 1150
G(218526) = 3169
G(218528) = 1134
G(218530) = 1688
G(218532) = 2266
G(218534) = 1141
G(218536) = 1163
G(218538) = 2456
G(218540) = 1818
G(218542) = 1162
G(218544) = 2381
G(218546) = 1200
G(218548) = 1275
G(218550) = 3235
G(218552) = 1206
G(218554) = 1438
G(218556) = 2513
G(218558) = 1161
G(218560) = 1511
G(218562) = 2288
G(218564) = 1163
G(218566) = 1139
G(218568) = 2720
G(218570) = 1631
G(218572) = 1150
G(218574) = 2272
G(218576) = 1196
G(218578) = 1151
G(218580) = 3052
G(218582) = 1480
G(218584) = 1169
G(218586) = 2422
G(218588) = 1142
G(218590) = 1517
G(218592) = 2666
G(218594) = 1107
G(218596) = 1400
G(218598) = 2256
G(218600) = 1510
G(218602) = 1184
G(218604) = 2265
G(218606) = 1113
G(218608) = 1226
G(218610) = 3665
G(218612) = 1260
G(218614) = 1375
G(218616) = 2276
G(218618) = 1156
G(218620) = 1622
G(218622) = 2323
G(218624) = 1383
G(218626) = 1147
G(218628) = 2288
G(218630) = 1538
G(218632) = 1136
G(218634) = 2499
G(218636) = 1273
G(218638) = 1470
G(218640) = 3046
G(218642) = 1118
G(218644) = 1175
G(218646) = 2311
G(218648) = 1158
G(218650) = 1516
G(218652) = 2927
G(218654) = 1247
G(218656) = 1144
G(218658) = 2519
G(218660) = 1711
G(218662) = 1141
G(218664) = 2244
G(218666) = 1386
G(218668) = 1150
G(218670) = 3123
G(218672) = 1149
G(218674) = 1198
G(218676) = 2294
G(218678) = 1136
G(218680) = 2082
G(218682) = 2280
G(218684) = 1176
G(218686) = 1247
G(218688) = 2506
G(218690) = 1647
G(218692) = 1147
G(218694) = 2838
G(218696) = 1166
G(218698) = 1168
G(218700) = 3041
G(218702) = 1267
G(218704) = 1155
G(218706) = 2306
G(218708) = 1394
G(218710) = 1542
G(218712) = 2484
G(218714) = 1150
G(218716) = 1168
G(218718) = 2373
G(218720) = 1474
G(218722) = 1454
G(218724) = 2578
G(218726) = 1136
G(218728) = 1253
G(218730) = 3196
G(218732) = 1142
G(218734) = 1166
G(218736) = 2844
G(218738) = 1284
G(218740) = 1556
G(218742) = 2229
G(218744) = 1188
G(218746) = 1329
G(218748) = 2264
G(218750) = 1828
G(218752) = 1152
G(218754) = 2279
G(218756) = 1232
G(218758) = 1169
G(218760) = 3032
G(218762) = 1159
G(218764) = 1506
G(218766) = 2472
G(218768) = 1247
G(218770) = 1544
G(218772) = 2339
G(218774) = 1145
G(218776) = 1289
G(218778) = 2745
G(218780) = 1523
G(218782) = 1148
G(218784) = 2381
G(218786) = 1157
G(218788) = 1154
G(218790) = 3920
G(218792) = 1362
G(218794) = 1164
G(218796) = 2280
G(218798) = 1181
G(218800) = 1529
G(218802) = 2313
G(218804) = 1203
G(218806) = 1382
G(218808) = 2285
G(218810) = 1512
G(218812) = 1252
G(218814) = 2290
G(218816) = 1262
G(218818) = 1173
G(218820) = 3651
G(218822) = 1236
G(218824) = 1221
G(218826) = 2282
G(218828) = 1158
G(218830) = 1546
G(218832) = 2383
G(218834) = 1559
G(218836) = 1140
G(218838) = 2319
G(218840) = 1506
G(218842) = 1342
G(218844) = 2256
G(218846) = 1146
G(218848) = 1367
G(218850) = 3037
G(218852) = 1139
G(218854) = 1171
G(218856) = 2538
G(218858) = 1276
G(218860) = 1582
G(218862) = 2746
G(218864) = 1127
G(218866) = 1143
G(218868) = 2648
G(218870) = 1565
G(218872) = 1188
G(218874) = 2285
G(218876) = 1363
G(218878) = 1250
G(218880) = 3237
G(218882) = 1139
G(218884) = 1160
G(218886) = 2294
G(218888) = 1157
G(218890) = 1910
G(218892) = 2552
G(218894) = 1236
G(218896) = 1134
G(218898) = 2281
G(218900) = 1689
G(218902) = 1149
G(218904) = 2736
G(218906) = 1139
G(218908) = 1160
G(218910) = 3026
G(218912) = 1149
G(218914) = 1189
G(218916) = 2342
G(218918) = 1431
G(218920) = 1643
G(218922) = 2646
G(218924) = 1163
G(218926) = 1250
G(218928) = 2268
G(218930) = 1485
G(218932) = 1364
G(218934) = 2316
G(218936) = 1182
G(218938) = 1138
G(218940) = 3163
G(218942) = 1129
G(218944) = 1286
G(218946) = 3013
G(218948) = 1159
G(218950) = 1587
G(218952) = 2258
G(218954) = 1146
G(218956) = 1267
G(218958) = 2253
G(218960) = 2041
G(218962) = 1140
G(218964) = 2344
G(218966) = 1302
G(218968) = 1159
G(218970) = 3010
G(218972) = 1220
G(218974) = 1397
G(218976) = 2300
G(218978) = 1161
G(218980) = 1539
G(218982) = 2312
G(218984) = 1182
G(218986) = 1157
G(218988) = 3067
G(218990) = 1548
G(218992) = 1138
G(218994) = 2631
G(218996) = 1164
G(218998) = 1254
G(219000) = 3058
G(219002) = 1367
G(219004) = 1145
G(219006) = 2393
G(219008) = 1223
G(219010) = 1693
G(219012) = 2255
G(219014) = 1145
G(219016) = 1379
G(219018) = 2332
G(219020) = 1584
G(219022) = 1178
G(219024) = 2523
G(219026) = 1131
G(219028) = 1209
G(219030) = 3713
G(219032) = 1340
G(219034) = 1164
G(219036) = 2309
G(219038) = 1154
G(219040) = 1565
G(219042) = 2337
G(219044) = 1406
G(219046) = 1191
G(219048) = 2267
G(219050) = 1638
G(219052) = 1230
G(219054) = 2533
G(219056) = 1152
G(219058) = 1345
G(219060) = 3065
G(219062) = 1222
G(219064) = 1181
G(219066) = 2362
G(219068) = 1149
G(219070) = 1597
G(219072) = 2742
G(219074) = 1144
G(219076) = 1402
G(219078) = 2241
G(219080) = 1522
G(219082) = 1114
G(219084) = 2302
G(219086) = 1396
G(219088) = 1140
G(219090) = 3087
G(219092) = 1137
G(219094) = 1159
G(219096) = 2487
G(219098) = 1304
G(219100) = 1868
G(219102) = 2514
G(219104) = 1168
G(219106) = 1149
G(219108) = 2526
G(219110) = 1503
G(219112) = 1171
G(219114) = 2905
G(219116) = 1145
G(219118) = 1167
G(219120) = 3420
G(219122) = 1150
G(219124) = 1183
G(219126) = 2300
G(219128) = 1519
G(219130) = 1643
G(219132) = 2287
G(219134) = 1153
G(219136) = 1153
G(219138) = 2258
G(219140) = 1519
G(219142) = 1546
G(219144) = 2391
G(219146) = 1248
G(219148) = 1171
G(219150) = 3077
G(219152) = 1145
G(219154) = 1250
G(219156) = 2740
G(219158) = 1142
G(219160) = 1560
G(219162) = 2282
G(219164) = 1338
G(219166) = 1179
G(219168) = 2264
G(219170) = 1909
G(219172) = 1183
G(219174) = 2271
G(219176) = 1145
G(219178) = 1149
G(219180) = 3323
G(219182) = 1187
G(219184) = 1460
G(219186) = 2601
G(219188) = 1160
G(219190) = 1589
G(219192) = 2289
G(219194) = 1134
G(219196) = 1148
G(219198) = 2952
G(219200) = 1556
G(219202) = 1153
G(219204) = 2322
G(219206) = 1289
G(219208) = 1315
G(219210) = 3042
G(219212) = 1374
G(219214) = 1155
G(219216) = 2305
G(219218) = 1179
G(219220) = 1571
G(219222) = 2426
G(219224) = 1156
G(219226) = 1385
G(219228) = 2287
G(219230) = 1668
G(219232) = 1384
G(219234) = 2305
G(219236) = 1213
G(219238) = 1126
G(219240) = 3798
G(219242) = 1137
G(219244) = 1154
G(219246) = 2289
G(219248) = 1198
G(219250) = 1503
G(219252) = 2528
G(219254) = 1360
G(219256) = 1135
G(219258) = 2497
G(219260) = 1615
G(219262) = 1181
G(219264) = 2270
G(219266) = 1215
G(219268) = 1398
G(219270) = 3060
G(219272) = 1136
G(219274) = 1277
G(219276) = 2266
G(219278) = 1149
G(219280) = 1546
G(219282) = 2859
G(219284) = 1273
G(219286) = 1183
G(219288) = 2296
G(219290) = 1473
G(219292) = 1149
G(219294) = 2355
G(219296) = 1549
G(219298) = 1255
G(219300) = 3354
G(219302) = 1151
G(219304) = 1158
G(219306) = 2304
G(219308) = 1144
G(219310) = 2022
G(219312) = 2297
G(219314) = 1183
G(219316) = 1149
G(219318) = 2558
G(219320) = 1528
G(219322) = 1152
G(219324) = 2736
G(219326) = 1148
G(219328) = 1197
G(219330) = 3058
G(219332) = 1142
G(219334) = 1217
G(219336) = 2756
G(219338) = 1333
G(219340) = 1680
G(219342) = 2303
G(219344) = 1164
G(219346) = 1162
G(219348) = 2275
G(219350) = 1583
G(219352) = 1417
G(219354) = 2331
G(219356) = 1265
G(219358) = 1157
G(219360) = 3060
G(219362) = 1422
G(219364) = 1178
G(219366) = 2734
G(219368) = 1201
G(219370) = 1517
G(219372) = 2323
G(219374) = 1295
G(219376) = 1152
G(219378) = 2249
G(219380) = 1806
G(219382) = 1182
G(219384) = 2563
G(219386) = 1176
G(219388) = 1272
G(219390) = 3129
G(219392) = 1113
G(219394) = 1402
G(219396) = 2354
G(219398) = 1150
G(219400) = 1514
G(219402) = 2422
G(219404) = 1138
G(219406) = 1250
G(219408) = 2771
G(219410) = 1540
G(219412) = 1216
G(219414) = 2564
G(219416) = 1147
G(219418) = 1166
G(219420) = 3258
G(219422) = 1358
G(219424) = 1124
G(219426) = 2327
G(219428) = 1283
G(219430) = 1517
G(219432) = 2362
G(219434) = 1107
G(219436) = 1478
G(219438) = 2363
G(219440) = 1698
G(219442) = 1144
G(219444) = 2278
G(219446) = 1153
G(219448) = 1167
G(219450) = 4311
G(219452) = 1180
G(219454) = 1140
G(219456) = 2336
G(219458) = 1152
G(219460) = 1559
G(219462) = 2382
G(219464) = 1362
G(219466) = 1318
G(219468) = 2274
G(219470) = 1621
G(219472) = 1349
G(219474) = 2296
G(219476) = 1117
G(219478) = 1363
G(219480) = 3233
G(219482) = 1144
G(219484) = 1176
G(219486) = 2340
G(219488) = 1201
G(219490) = 1594
G(219492) = 3050
G(219494) = 1263
G(219496) = 1163
G(219498) = 2278
G(219500) = 1542
G(219502) = 1120
G(219504) = 2435
G(219506) = 1386
G(219508) = 1176
G(219510) = 3041
G(219512) = 1175
G(219514) = 1209
G(219516) = 2543
G(219518) = 1231
G(219520) = 1800
G(219522) = 2252
G(219524) = 1138
G(219526) = 1243
G(219528) = 2302
G(219530) = 1587
G(219532) = 1160
G(219534) = 2772
G(219536) = 1138
G(219538) = 1375
G(219540) = 3085
G(219542) = 1159
G(219544) = 1255
G(219546) = 2281
G(219548) = 1379
G(219550) = 1552
G(219552) = 2291
G(219554) = 1140
G(219556) = 1180
G(219558) = 2549
G(219560) = 1691
G(219562) = 1364
G(219564) = 2451
G(219566) = 1133
G(219568) = 1144
G(219570) = 3352
G(219572) = 1225
G(219574) = 1161
G(219576) = 2744
G(219578) = 1115
G(219580) = 1545
G(219582) = 2558
G(219584) = 1165
G(219586) = 1121
G(219588) = 2375
G(219590) = 1851
G(219592) = 1137
G(219594) = 2275
G(219596) = 1311
G(219598) = 1183
G(219600) = 3112
G(219602) = 1194
G(219604) = 1656
G(219606) = 2431
G(219608) = 1146
G(219610) = 1548
G(219612) = 2249
G(219614) = 1165
G(219616) = 1138
G(219618) = 2804
G(219620) = 1526
G(219622) = 1257
G(219624) = 2304
G(219626) = 1305
G(219628) = 1131
G(219630) = 3047
G(219632) = 1448
G(219634) = 1167
G(219636) = 2309
G(219638) = 1146
G(219640) = 1741
G(219642) = 2292
G(219644) = 1192
G(219646) = 1429
G(219648) = 2776
G(219650) = 1587
G(219652) = 1142
G(219654) = 2303
G(219656) = 1115
G(219658) = 1118
G(219660) = 3666
G(219662) = 1115
G(219664) = 1145
G(219666) = 2371
G(219668) = 1125
G(219670) = 1702
G(219672) = 2295
G(219674) = 1638
G(219676) = 1152
G(219678) = 2533
G(219680) = 1522
G(219682) = 1146
G(219684) = 2266
G(219686) = 1163
G(219688) = 1369
G(219690) = 3053
G(219692) = 1258
G(219694) = 1177
G(219696) = 2412
G(219698) = 1132
G(219700) = 1658
G(219702) = 2754
G(219704) = 1208
G(219706) = 1178
G(219708) = 2437
G(219710) = 1530
G(219712) = 1139
G(219714) = 2553
G(219716) = 1491
G(219718) = 1134
G(219720) = 3074
G(219722) = 1167
G(219724) = 1165
G(219726) = 2513
G(219728) = 1162
G(219730) = 1885
G(219732) = 2301
G(219734) = 1157
G(219736) = 1286
G(219738) = 2342
G(219740) = 1519
G(219742) = 1305
G(219744) = 2808
G(219746) = 1150
G(219748) = 1150
G(219750) = 3054
G(219752) = 1269
G(219754) = 1235
G(219756) = 2291
G(219758) = 1490
G(219760) = 1587
G(219762) = 2384
G(219764) = 1134
G(219766) = 1127
G(219768) = 2297
G(219770) = 1530
G(219772) = 1408
G(219774) = 2295
G(219776) = 1219
G(219778) = 1284
G(219780) = 3515
G(219782) = 1124
G(219784) = 1156
G(219786) = 2759
G(219788) = 1206
G(219790) = 1569
G(219792) = 2427
G(219794) = 1145
G(219796) = 1156
G(219798) = 2293
G(219800) = 1836
G(219802) = 1328
G(219804) = 2517
G(219806) = 1153
G(219808) = 1156
G(219810) = 3297
G(219812) = 1174
G(219814) = 1379
G(219816) = 2394
G(219818) = 1154
G(219820) = 1570
G(219822) = 2247
G(219824) = 1286
G(219826) = 1144
G(219828) = 2726
G(219830) = 1772
G(219832) = 1166
G(219834) = 2458
G(219836) = 1172
G(219838) = 1157
G(219840) = 3029
G(219842) = 1423
G(219844) = 1248
G(219846) = 2546
G(219848) = 1132
G(219850) = 1555
G(219852) = 2367
G(219854) = 1159
G(219856) = 1521
G(219858) = 2313
G(219860) = 1519
G(219862) = 1144
G(219864) = 2324
G(219866) = 1180
G(219868) = 1352
G(219870) = 3710
G(219872) = 1161
G(219874) = 1170
G(219876) = 2378
G(219878) = 1234
G(219880) = 1618
G(219882) = 2517
G(219884) = 1371
G(219886) = 1152
G(219888) = 2316
G(219890) = 1695
G(219892) = 1130
G(219894) = 2360
G(219896) = 1142
G(219898) = 1385
G(219900) = 3062
G(219902) = 1184
G(219904) = 1123
G(219906) = 2407
G(219908) = 1262
G(219910) = 1533
G(219912) = 3239
G(219914) = 1170
G(219916) = 1174
G(219918) = 2257
G(219920) = 1543
G(219922) = 1142
G(219924) = 2364
G(219926) = 1477
G(219928) = 1171
G(219930) = 3027
G(219932) = 1169
G(219934) = 1402
G(219936) = 2365
G(219938) = 1148
G(219940) = 1853
G(219942) = 2308
G(219944) = 1214
G(219946) = 1251
G(219948) = 2343
G(219950) = 1569
G(219952) = 1151
G(219954) = 2762
G(219956) = 1293
G(219958) = 1191
G(219960) = 3445
G(219962) = 1138
G(219964) = 1183
G(219966) = 2350
G(219968) = 1371
G(219970) = 1572
G(219972) = 2421
G(219974) = 1145
G(219976) = 1212
G(219978) = 2569
G(219980) = 1629
G(219982) = 1451
G(219984) = 2275
G(219986) = 1249
G(219988) = 1184
G(219990) = 3056
G(219992) = 1140
G(219994) = 1181
G(219996) = 2795
G(219998) = 1157
G(220000) = 1722

count = 1000, algorithm = 2, working threads = 2, time use 0.001 sec

   


答： yangchuanju ：筛选其实是很快的，瞬时完成。就是上传需要一点时间。想快一些多计算一点偶数又被页面的字数所限制。

ysr

重生888@ 发表于 2022-10-15 02:37
平均=11对，但不等于偶数2n+2绝对有一对，需证明！

证明可以见我的文章《容易理解和证明的猜想》和我的电子版《数论探秘》，现在吧关键公式的证明简述如下，供您参考：
我已经证明公式（(P^2+1)/4)*(1/3)*(3*/5)*......*(1-2/P)）/(m-1)是不减函数，其分子即连乘积(P^2+1)/4)*(1/3)*(3*/5)*......*(1-2/P)是不减函数，证明见我的文章。
设连乘积(P^2+1)/4)*(1/3)*(3*/5)*......*(1-2/P)高于实际哥德巴赫猜想解的误差为R（低的不用管），由于连乘积(P^2+1)/4)*(1/3)*(3*/5)*......*(1-2/P)的增长速度，远大于误差R的增长速度（这一点通过误差产生的原因很容易得到和证明，见我的文章），所以(P^2+1)/4)*(1/3)*(3*/5)*......*(1-2/P)-R仍然是不减函数，则（(P^2+1)/4)*(1/3)*(3*/5)*......*(1-2/P)-R）/(m-1)就是不减函数，即哥德巴赫猜想解的最低值的区间平均值是各不减函数。

愚工688

yangchuanju 发表于 2021-10-28 11:19
2-5000哥猜数表（一）                                       
偶数        0        1000        2000        3000        4000
2        0        36        44        40        106

杨先生：
对偶数的素对数量，你是怎么用程序来显示不连续偶数的素对数量的？如同你的页面那样。
我只能显示连续偶数的素对数量。如下：

S( 1010 )= 25     S( 1012 )= 23     S( 1014 )= 39     S( 1016 )= 18     S( 1018 )= 20
S( 1020 )= 51     S( 1022 )= 18     S( 1024 )= 22     S( 1026 )= 42     S( 1028 )= 18
S( 1030 )= 25     S( 1032 )= 36     S( 1034 )= 21     S( 1036 )= 27     S( 1038 )= 40
S( 1040 )= 26     S( 1042 )= 22     S( 1044 )= 39     S( 1046 )= 19     S( 1048 )= 19
S( 1050 )= 57     S( 1052 )= 18     S( 1054 )= 24     S( 1056 )= 44     S( 1058 )= 19
S( 1060 )= 27     S( 1062 )= 37     S( 1064 )= 24     S( 1066 )= 24     S( 1068 )= 39
S( 1070 )= 25     S( 1072 )= 21     S( 1074 )= 40     S( 1076 )= 20     S( 1078 )= 27
S( 1080 )= 54     S( 1082 )= 20     S( 1084 )= 21     S( 1086 )= 39     S( 1088 )= 18
S( 1090 )= 26     S( 1092 )= 48     S( 1094 )= 23     S( 1096 )= 18     S( 1098 )= 40
S( 1100 )= 28

yangchuanju

愚工688 发表于 2022-10-15 17:29
杨先生：
对偶数的素对数量，你是怎么用程序来显示不连续偶数的素对数量的？如同你的页面那样。
我只能 ...

我不会编程，是用双筛法逐个计算的；最大计算到20万，取20万内前一半50000的奇数1,3，……99999和后一半50000个奇数199999,199997，……100001，分别占据EXCEL的A列和C列，组成50000奇数对；将两奇数列中的素数分别标记在奇数列的右边一列，对应的素数占据EXCEL的B列和D列，计算B*D，统计B*D中不等于0的个数，就是20万的单计哥猜数。
对于199998，需将C、D列中的数字改为199997-99999，仍为50000奇数对，再次统计B*D中不等于0的个数，就是199998的单计哥猜数。
对于199996，需将A、B列中的99999删除，并将C、D列中的数值改为199995-99999，变成49999奇数对，再次统计B*D中不等于0的个数，就是199996的单计哥猜数。
对于199994，需将C、D列中的数字改为199995-99997，仍为49999奇数对，再次统计B*D中不等于0的个数，就是199994的单计哥猜数。
余类推，直至计算到16万。

该法是最基本的方法，也是最笨的方法，与愚公老师的程序计算没法相比。

愚工688

我只输入起始偶数与最终偶数，就可以得到：

1，分区的连乘式的计算值的相对误差的分布图：（输出.txt文本，排列整齐，发到网页会排列变形，已经重新排列）

Δ(m):                       <-.15  [-.15~-.1)  [-.1~-.05)    [-.05~.05]   (0.05~.1]    (.1~.15]     (.15~.2]    >.2
--------------------------------------------------------------------------------------------------------------
[ 110002 , 110200 ]     0             0              0                  72             28              0                0           0
[ 110202 , 110400 ]     0             0              0                  83             17              0                0           0
[ 110402 , 110600 ]     0             0              0                  71             29              0                0           0
[ 110602 , 110800 ]     0             0              0                  68             32              0                0           0
[ 110802 , 111000 ]     0             0              0                  75             25              0                0           0
[ 111002 , 111200 ]     0             0              0                  74             26              0                0           0
[ 111202 , 111400 ]     0             0              0                  72             28              0                0           0
[ 111402 , 111600 ]     0             0              0                  72             28              0                0           0
[ 111602 , 111800 ]     0             0              0                  75             24              1                0           0
[ 111802 , 112000 ]     0             0              0                  65             35              0                0           0
--------------------------------------------------------------------------------------------------------------
[ 110002 , 112000 ]     0             0              0                 727            272            1                0           0

2，全部偶数的素数对具体值与计算数据：

[ 110002 =]:  55001 + 55001   54941 + 55061   54773 + 55229   54629 + 55373   54563 + 55439   54413 + 55589   54371 + 55631   54311 + 55691   54269 + 55733   54101 + 55901   53993 + 56009   53831 + 56171   ……
227 + 111773   179 + 111821   173 + 111827   167 + 111833   137 + 111863   131 + 111869   107 + 111893   47 + 111953   41 + 111959   23 + 111977   3 + 111997  
M= 112000     S(m)= 1055  S1(m)= 1042 sp(m)= 1088.98  E(m)= .045   K= 1.6    r= 331

3，全部偶数素数对连乘式计算值的相对误差的分区、汇总统计计算：
μ—— 统计区域均值； σχ—— 统计区域标准偏差；

M=[ 110002 , 110200 ] R= 331  n= 100   μ= .04   σχ= .02   δ(min)=-.016   δ(max)= .086
M=[ 110202 , 110400 ] R= 331  n= 100   μ= .04   σχ= .02   δ(min)=-.004   δ(max)= .099
M=[ 110402 , 110600 ] R= 331  n= 100   μ= .04   σχ= .02   δ(min)= 0        δ(max)= .098
M=[ 110602 , 110800 ] R= 331  n= 100   μ= .04   σχ= .02   δ(min)= 0        δ(max)= .093
M=[ 110802 , 111000 ] R= 331  n= 100   μ= .04   σχ= .02   δ(min)= 0        δ(max)= .099
M=[ 111002 , 111200 ] R= 331  n= 100   μ= .04   σχ= .02   δ(min)= 0        δ(max)= .08
M=[ 111202 , 111400 ] R= 331  n= 100   μ= .04   σχ= .02   δ(min)=-.009   δ(max)= .084
M=[ 111402 , 111600 ] R= 331  n= 100   μ= .04   σχ= .02   δ(min)= 0        δ(max)= .09
M=[ 111602 , 111800 ] R= 331  n= 100   μ= .04   σχ= .02   δ(min)= 0        δ(max)= .101
M=[ 111802 , 112000 ] R= 331  n= 100   μ= .04   σχ= .02   δ(min)= 0        δ(max)= .088
--------------------------------------------------------------------------------------------------
M=[ 110002 , 112000 ] R= 331  n= 1000  μ= .04   σχ= .02   δ(min)=-.016  δ(max)= .101


而不需要人工操作，就是等待程序输出。就是这个Basic程序运行速度不快，对大偶数区域无法进行统计。

重生888@

愚工688 发表于 2022-10-15 21:41
我只输入起始偶数与最终偶数，就可以得到：

1，分区的连乘式的计算值的相对误差的分布图：（输出.txt文 ...

我用肉眼看218008的素数对不正常，立马知道有7的因子218008/7=31144

cuikun-186

请教杨老师两个数据：510510的单记数据是多少？9699690的单记数据是多少？